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Author Topic: The Random Thread  (Read 3570900 times)

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Offline Midnight Madness

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Re: The Random Thread
« Reply #96405 on: July 14, 2012, 05:53:08 AM »
But.

BUT. I CANNOT FROLIC.

Offline White Wolf Guardian

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Re: The Random Thread
« Reply #96406 on: July 14, 2012, 11:40:05 AM »
What if, we added more dragons?
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Offline Midnight Madness

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Re: The Random Thread
« Reply #96407 on: July 14, 2012, 03:39:39 PM »
If we did that, we could all go to see an elderly hermit who claims to be the most powerful wizard in all the land. :U

Offline anoni

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Re: The Random Thread
« Reply #96408 on: July 14, 2012, 03:51:05 PM »
RANDOM QUESTION

You have a square lawn of X metre sides. You have a lawn mower that can mow 1 m^2 every 2 seconds. When you turn it takes 4 seconds to turn AND mow that 1m^2 of lawn you're turning on.

  You have two methods of mowing:
    The Line Method: Mowing in parallel lines on the lawn
    The Perimeter Method: Mowing the perimeter of the lawn and continue mowing as the perimeter gets slower.

  Prove mathematically that The Line Method and The Perimeter Method will take the same amount of time for any value of X (assuming X is a positive integer).

Answer:
Spoiler for Hidden:
Formula for The Line Method:
Spoiler for Hidden:
Lines: x(x - 2) + 2
Turns: 2(x - 1)

Formula for The Perimeter Method:
Spoiler for Hidden:
Lines: (x - 1) + 2(x - 2) + 2(x - 3) + ... + 2 + 1
Turns: 2(x - 1)

Proof that they are the same:
Spoiler for Hidden:
As turns on both Line Method and Perimeter Method = 2(x - 1), we can discredit them
Therefore:
x(x - 2) + 2 = (x - 1) + 2(x - 2) + 2(x - 3) + ... + 2 + 1

Step 1: Prove for x = 2
LHS: 2(2 - 2) + 2 = 2
RHS: (2 - 1) + 1 = 2
LHS = RHS

Step 2: Let x = k
k(k - 2) + 2 = (k - 1) + 2(k - 2) + 2(k - 3) + ... + 2 + 1

Step 3: Let x = k + 1
(k + 1)(k - 1) + 2 = k + (k - 1) + (k - 1) + 2(k - 2) + 2(k - 3) + ... + 2 + 1
RHS = k + (k - 1) + (k - 1) + 2(k - 2) + 2(k - 3) + ... + 2 + 1
RHS = k + (k - 1) + k(k -2) + 2 (from step 2)
RHS = k + k - 1 + k^2 - 2k + 2
RHS = k^2 + 2k - 2k + 2 - 1
RHS = K^2 + 1
LHS = (k + 1)(k - 1) + 2
LHS = k^2 - k + k - 1 + 2
LHS = k^2 + 1
LHS = RHS

Step 4: Conclusion
Therefore LHS = RHS for all values of k

Therefore The Line Method and Perimeter Method will always take the same amount of time

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(int(e-x^2, x = -infinity..infinity))2 = Pi


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Offline Midnight Madness

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Re: The Random Thread
« Reply #96409 on: July 14, 2012, 03:54:05 PM »
Math. This dragon's worst enemy. *eats all the math*

Offline Colioli4

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Re: The Random Thread
« Reply #96410 on: July 14, 2012, 03:56:16 PM »
If I just didn't hate math... It would have been a very mice question...  :/
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Offline anoni

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Re: The Random Thread
« Reply #96411 on: July 14, 2012, 03:58:49 PM »
You are getting hungrier the more math you eat

That means maths is decreasing at a rate of P = Po * e^-kt

If Po was a theoretical number at 1,000,000,000
and k was 0.03
and t was in minutes
How long would it take for half of maths to exist?
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Offline Midnight Madness

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Re: The Random Thread
« Reply #96412 on: July 14, 2012, 04:00:54 PM »
About the amount of time it takes for me to tell it to go away.

I HAVE MY SPEECH SKILLS, THANK YOU VERY MUCH. >:c

Offline anoni

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Re: The Random Thread
« Reply #96413 on: July 14, 2012, 04:04:15 PM »
the answer is about 23.1 hours
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Offline Midnight Madness

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Re: The Random Thread
« Reply #96414 on: July 14, 2012, 04:06:03 PM »
The answer is cake.

And that means it's a lie.

Offline anoni

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Re: The Random Thread
« Reply #96415 on: July 14, 2012, 04:08:00 PM »
the answer is 42
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Offline Midnight Madness

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Re: The Random Thread
« Reply #96416 on: July 14, 2012, 04:12:07 PM »
The cake is 42.

WHERE IS YOUR GOD NOW?

Offline anoni

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Re: The Random Thread
« Reply #96417 on: July 14, 2012, 04:26:26 PM »
In the pie :P
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Offline Tails

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Re: The Random Thread
« Reply #96418 on: July 15, 2012, 10:38:07 AM »
dont move there uis an apple on your head, stay still so i can nom it ^^

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Offline legolyle

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Re: The Random Thread
« Reply #96419 on: July 16, 2012, 01:17:23 AM »
so, apple pie?
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